{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "fancy-fifty",
   "metadata": {},
   "source": [
    "# Best practice in large-scale cross-dataset label transfer using CellTypist\n",
    "This notebook demonstrates how to perform cell type label transfer between large scRNA-seq datasets using CellTypist."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "unlike-sussex",
   "metadata": {},
   "source": [
    "## About model training and cell type prediction\n",
    "Cell type prediction using existing models (e.g. the CellTypist built-in models) is usually fast. In other cases, a bespoke model needs to be trained based on the reference dataset of interest. This notebook deals with the latter, with a particular focus on large datasets. Make sure you have at least 30~40GB RAM before running this notebook."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "greater-sapphire",
   "metadata": {},
   "source": [
    "## Install CellTypist"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "assisted-earthquake",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Collecting celltypist\n",
      "  Using cached celltypist-0.2.1-py3-none-any.whl (5.3 MB)\n",
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      "Requirement already satisfied: get-version>=2.0.4 in /opt/conda/lib/python3.8/site-packages (from legacy-api-wrap->scanpy>=1.7.0->celltypist) (2.1)\n",
      "Requirement already satisfied: stdlib-list in /opt/conda/lib/python3.8/site-packages (from sinfo->scanpy>=1.7.0->celltypist) (0.7.0)\n",
      "Requirement already satisfied: numexpr>=2.6.2 in /opt/conda/lib/python3.8/site-packages (from tables->scanpy>=1.7.0->celltypist) (2.7.3)\n",
      "Installing collected packages: celltypist\n",
      "Successfully installed celltypist-0.2.1\n"
     ]
    }
   ],
   "source": [
    "!pip install celltypist"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "living-preference",
   "metadata": {},
   "outputs": [],
   "source": [
    "import scanpy as sc\n",
    "import celltypist\n",
    "import time\n",
    "import numpy as np"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "lucky-diversity",
   "metadata": {},
   "source": [
    "## Download two datasets for label transfer"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "frozen-trainer",
   "metadata": {},
   "source": [
    "Both datasets used in this notebook can be easily downloaded from the human [gut cell atlas](https://www.gutcellatlas.org/)."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "coupled-committee",
   "metadata": {},
   "source": [
    "Download the dataset of 428k intestinal cells from fetal, pediatric, adult donors, and up to 11 intestinal regions ([Elmentaite et al. 2021](https://doi.org/10.1038/s41586-021-03852-1))."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "honey-antarctica",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "03b3895a93c94fc9a0ff0a1624d5c763",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "  0%|          | 0.00/5.72G [00:00<?, ?B/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "adata_Elmentaite = sc.read('celltypist_demo_folder/gut_cell_atlas_Elmentaite.h5ad', backup_url = 'https://cellgeni.cog.sanger.ac.uk/gutcellatlas/Full_obj_raw_counts_nosoupx.h5ad')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "primary-africa",
   "metadata": {},
   "source": [
    "Since this object stores raw count expression matrix, we first log-normalise it with the library size of 10,000."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "varied-adolescent",
   "metadata": {},
   "outputs": [],
   "source": [
    "sc.pp.normalize_total(adata_Elmentaite, target_sum = 1e4)\n",
    "sc.pp.log1p(adata_Elmentaite)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "coastal-judgment",
   "metadata": {},
   "source": [
    "Download the other dataset of 42k immune cells from the MLNs and lamina propria of the cecum, transverse colon and sigmoid colon ([James et al. 2020](https://doi.org/10.1038/s41590-020-0602-z))."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "referenced-scanning",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "60e49adfcd9e470992fea363faf7af2f",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "  0%|          | 0.00/503M [00:00<?, ?B/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "adata_James = sc.read('celltypist_demo_folder/gut_cell_atlas_James.h5ad', backup_url = 'https://cellgeni.cog.sanger.ac.uk/gutcellatlas/Colon_cell_atlas.h5ad')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fleet-strap",
   "metadata": {},
   "source": [
    "This object is already log-normalised to 10,000 counts, so no processing is needed here."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "alike-republic",
   "metadata": {},
   "source": [
    "Cell type annotation information is stashed in `Integrated_05` and `cell_type`, respectively."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "neutral-argument",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['DZ GC cell', 'Cycling B cell', 'gdT', 'Memory B', 'Treg', ..., 'EC cells (NPW+)', 'β cells (INS+)', 'Branch A2 (IPAN/IN)', 'Branch A3 (IPAN/IN)', 'Germ']\n",
       "Length: 134\n",
       "Categories (134, object): ['DZ GC cell', 'Cycling B cell', 'gdT', 'Memory B', ..., 'β cells (INS+)', 'Branch A2 (IPAN/IN)', 'Branch A3 (IPAN/IN)', 'Germ']"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 134 cell types in the first data.\n",
    "adata_Elmentaite.obs.Integrated_05.unique()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "acknowledged-inflation",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['B cell IgA Plasma', 'B cell memory', 'CD8 T', 'gd T', 'Mast', ..., 'Activated CD4 T', 'pDC', 'Tfh', 'Lymphoid DC', 'cycling DCs']\n",
       "Length: 25\n",
       "Categories (25, object): ['B cell IgA Plasma', 'B cell memory', 'CD8 T', 'gd T', ..., 'pDC', 'Tfh', 'Lymphoid DC', 'cycling DCs']"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 25 cell types in the second data.\n",
    "adata_James.obs.cell_type.unique()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "intense-johnson",
   "metadata": {},
   "source": [
    "## Transfer cell type labels from the first dataset to the second dataset\n",
    "This section shows how to transfer cell type labels from `adata_Elmentaite` to `adata_James`, and to assess and visualise the prediction result."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "distant-monster",
   "metadata": {},
   "source": [
    "### (Optional) Downsample cells for the first dataset\n",
    "First we downsample the 428k cells in `adata_Elmentaite`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "ambient-colon",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(428469, 33538)"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "adata_Elmentaite.shape"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "proved-conditions",
   "metadata": {},
   "source": [
    "There are several ways to downsample cells, including: 1) downsampling cells to a given number; 2) downsampling cells to a given number, with cell types fairly represented (i.e. rare cell types are sampled with a higher probability); 3) downsampling cells from each cell type to a given number; 4) other downsampling strategies. For this dataset, we used the third approach with the aid of [celltypist.samples.downsample_adata](https://celltypist.readthedocs.io/en/latest/celltypist.samples.downsample_adata.html). You can also try the first or second options using this function, or any other custom downsampling strategies suited to your data."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "described-turkey",
   "metadata": {},
   "source": [
    "Downsampling will be beneficial when cells are well annotated, say, cells from a given cell type are transcriptionally homogeneous. *Skip the whole sub-section if you think the available cell type information is coarse and downsampling may skew the cell type representations in the original dataset.*"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "conceptual-cherry",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Sample 500 cells from each cell type for `adata_Elmentaite`.\n",
    "# All cells from a given cell type will be selected if the cell type size is < 500.\n",
    "sampled_cell_index = celltypist.samples.downsample_adata(adata_Elmentaite, mode = 'each', n_cells = 500, by = 'Integrated_05', return_index = True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "manual-snowboard",
   "metadata": {},
   "source": [
    "By default, only sampled cell indices are returned, which can keep the original `adata_Elmentaite` intact. Note these sampled cells are only used for model training."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "individual-schedule",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Number of downsampled cells for training: 54853\n"
     ]
    }
   ],
   "source": [
    "print(f\"Number of downsampled cells for training: {len(sampled_cell_index)}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "lesser-resident",
   "metadata": {},
   "source": [
    "### (Suggested) Feature selection for the first dataset"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "negative-quantity",
   "metadata": {},
   "source": [
    "A feature selection step will restrict the number of genes during training, and can improve both training efficiency and prediction accuracy. It is recommended in most cases (though CellTypist models are proved to be robust when all genes are used).  \n",
    "  \n",
    "One example of feature selection is using the [scanpy.pp.highly_variable_genes](https://scanpy.readthedocs.io/en/stable/generated/scanpy.pp.highly_variable_genes.html). Depending on the datasets, you may need to take into account batch effects (e.g. by specifying `batch_key`), add/remove a specific list of genes (e.g. VDJ genes for immune cells), combine high-confidence features across zoomed-in compartments, or any other approaches tailored to your data."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "hispanic-inclusion",
   "metadata": {},
   "source": [
    "In this notebook, we performed feature selection using CellTypist. This may not be the best approach for your data as noted above, but performs well as tested in several datasets."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "technical-entity",
   "metadata": {},
   "source": [
    "First, use [celltypist.train](https://celltypist.readthedocs.io/en/latest/celltypist.train.html) to train a quick CellTypist model by stochastic gradient descent learning on 10 cpus, with only a limited number of iterations (5)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "bearing-product",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "🍳 Preparing data before training\n",
      "✂️ 4047 non-expressed genes are filtered out\n",
      "⚖️ Scaling input data\n",
      "🏋️ Training data using SGD logistic regression\n",
      "✅ Model training done!\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Time elapsed: 299.6024606227875 seconds\n"
     ]
    }
   ],
   "source": [
    "# Use `celltypist.train` to quickly train a rough CellTypist model.\n",
    "# You can also set `mini_batch = True` to enable mini-batch training.\n",
    "t_start = time.time()\n",
    "model_fs = celltypist.train(adata_Elmentaite[sampled_cell_index], 'Integrated_05', n_jobs = 10, max_iter = 5, use_SGD = True)\n",
    "t_end = time.time()\n",
    "print(f\"Time elapsed: {t_end - t_start} seconds\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "heated-mobile",
   "metadata": {},
   "source": [
    "It takes 5 minutes to train this dataset with 33k genes and 134 cell types from 55k cells. Note you can increase `max_iter` to get a more accurate model at the expense of increased runtime."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "romantic-guinea",
   "metadata": {},
   "source": [
    "This model is trained from all genes with only five epochs, and thus is not accurate enough for cell type prediction. But the information about genes can be utilised. Here, we drew top 100 important genes from each cell type as ranked by their absolute regression coefficients associated with the given cell type. For datasets with only several cell types, you may want to increase the top gene number from 100 to for example 300 in order to get a sufficient number of genes for final use."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "painful-tracker",
   "metadata": {},
   "outputs": [],
   "source": [
    "gene_index = np.argpartition(np.abs(model_fs.classifier.coef_), -100, axis = 1)[:, -100:]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "specific-process",
   "metadata": {},
   "source": [
    "We next combine/union these genes across cell types."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "saved-movie",
   "metadata": {},
   "outputs": [],
   "source": [
    "gene_index = np.unique(gene_index)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "manufactured-surface",
   "metadata": {},
   "source": [
    "These genes will be used for downstream model training."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "solar-ballot",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Number of genes selected: 5103\n"
     ]
    }
   ],
   "source": [
    "print(f\"Number of genes selected: {len(gene_index)}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "normal-bouquet",
   "metadata": {},
   "source": [
    "### Model training and label transfer"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "infinite-intervention",
   "metadata": {},
   "source": [
    "With the downsampled cells (55k) and selected features (5k), we next train `adata_Elmentaite` using [celltypist.train](https://celltypist.readthedocs.io/en/latest/celltypist.train.html)."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "facial-thermal",
   "metadata": {},
   "source": [
    "To allow for unbiased probability estimates, here we used the non-SGD version of CellTypist training (i.e. a traditional logistic regression framework)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "innocent-lafayette",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "🍳 Preparing data before training\n",
      "✂️ 596 non-expressed genes are filtered out\n",
      "⚖️ Scaling input data\n",
      "🏋️ Training data using logistic regression\n",
      "✅ Model training done!\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Time elapsed: 42.38707377115885 minutes\n"
     ]
    }
   ],
   "source": [
    "# Add `check_expression = False` to bypass expression check with only a subset of genes.\n",
    "t_start = time.time()\n",
    "model = celltypist.train(adata_Elmentaite[sampled_cell_index, gene_index], 'Integrated_05', check_expression = False, n_jobs = 10, max_iter = 100)\n",
    "t_end = time.time()\n",
    "print(f\"Time elapsed: {(t_end - t_start)/60} minutes\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "packed-jesus",
   "metadata": {},
   "source": [
    "It takes 42 minutes to train this dataset with 5k genes and 134 cell types from 55k cells. Note you can increase `max_iter` to possibly get a more accurate model at the expense of increased runtime."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "international-absence",
   "metadata": {},
   "source": [
    "First, save this model locally for future use."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "affected-apache",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Save the model.\n",
    "model.write('celltypist_demo_folder/model_from_Elmentaite_2021.pkl')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "graphic-marble",
   "metadata": {},
   "source": [
    "Next, use [celltypist.annotate](https://celltypist.readthedocs.io/en/latest/celltypist.annotate.html) to predict `adata_James` using this model."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "numeric-musical",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "🔬 Input data has 41650 cells and 18927 genes\n",
      "🔗 Matching reference genes in the model\n",
      "🧬 2866 features used for prediction\n",
      "⚖️ Scaling input data\n",
      "🖋️ Predicting labels\n",
      "✅ Prediction done!\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Time elapsed: 6.5466063022613525 seconds\n"
     ]
    }
   ],
   "source": [
    "# CellTypist prediction without over-clustering and majority-voting.\n",
    "t_start = time.time()\n",
    "predictions = celltypist.annotate(adata_James, model = 'celltypist_demo_folder/model_from_Elmentaite_2021.pkl')\n",
    "t_end = time.time()\n",
    "print(f\"Time elapsed: {t_end - t_start} seconds\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "compact-mouth",
   "metadata": {},
   "source": [
    "It takes 6 seconds to predict a dataset of 42k cells and 19k genes."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "collect-saturn",
   "metadata": {},
   "source": [
    "By default (`majority_voting = False`), CellTypist will infer the identity of each query cell independently. This leads to raw predicted cell type labels, and usually finishes within seconds. You can also turn on the majority-voting classifier (`majority_voting = True`), which refines cell identities within local subclusters after an over-clustering approach at the cost of increased runtime."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "brown-clinic",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "🔬 Input data has 41650 cells and 18927 genes\n",
      "🔗 Matching reference genes in the model\n",
      "🧬 2866 features used for prediction\n",
      "⚖️ Scaling input data\n",
      "🖋️ Predicting labels\n",
      "✅ Prediction done!\n",
      "👀 Detected a neighborhood graph in the input object, will run over-clustering on the basis of it\n",
      "⛓️ Over-clustering input data with resolution set to 20\n",
      "🗳️ Majority voting the predictions\n",
      "✅ Majority voting done!\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Time elapsed: 22.271843671798706 seconds\n"
     ]
    }
   ],
   "source": [
    "# CellTypist prediction with over-clustering and majority-voting.\n",
    "t_start = time.time()\n",
    "predictions = celltypist.annotate(adata_James, model = 'celltypist_demo_folder/model_from_Elmentaite_2021.pkl', majority_voting = True)\n",
    "t_end = time.time()\n",
    "print(f\"Time elapsed: {t_end - t_start} seconds\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "second-worry",
   "metadata": {},
   "source": [
    "It takes 22 seconds to both predict and majority-vote a dataset of 42k cells and 19k genes."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "concerned-cache",
   "metadata": {},
   "source": [
    "The results include both predicted cell type labels (`predicted_labels`), over-clustering result (`over_clustering`), and predicted labels after majority voting in local subclusters (`majority_voting`). Note in the `predicted_labels`, each query cell gets its inferred label by choosing the most probable cell type among all possible cell types in the given model."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "divided-hawaii",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>predicted_labels</th>\n",
       "      <th>over_clustering</th>\n",
       "      <th>majority_voting</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>index</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>AAACGGGAGGTGCAAC-1-Pan_T7935487</th>\n",
       "      <td>IgA plasma cell</td>\n",
       "      <td>154</td>\n",
       "      <td>IgA plasma cell</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AAAGATGTCCTCAACC-1-Pan_T7935487</th>\n",
       "      <td>IgA plasma cell</td>\n",
       "      <td>23</td>\n",
       "      <td>IgA plasma cell</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AAAGTAGTCTTACCGC-1-Pan_T7935487</th>\n",
       "      <td>IgA plasma cell</td>\n",
       "      <td>154</td>\n",
       "      <td>IgA plasma cell</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AACCATGCAGATTGCT-1-Pan_T7935487</th>\n",
       "      <td>IgG plasma cell</td>\n",
       "      <td>154</td>\n",
       "      <td>IgA plasma cell</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AACCATGTCCTGCCAT-1-Pan_T7935487</th>\n",
       "      <td>IgG plasma cell</td>\n",
       "      <td>79</td>\n",
       "      <td>IgA plasma cell</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>TTTGTCACAAGTTAAG-1-Human_colon_16S8000484</th>\n",
       "      <td>Memory B</td>\n",
       "      <td>2</td>\n",
       "      <td>Memory B</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>TTTGTCAGTACCGAGA-1-Human_colon_16S8000484</th>\n",
       "      <td>CD8 Tmem</td>\n",
       "      <td>12</td>\n",
       "      <td>CD8 Tmem</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>TTTGTCATCAACACCA-1-Human_colon_16S8000484</th>\n",
       "      <td>Activated CD4 T</td>\n",
       "      <td>205</td>\n",
       "      <td>SELL+ CD4 T</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>TTTGTCATCCCAACGG-1-Human_colon_16S8000484</th>\n",
       "      <td>ILC3</td>\n",
       "      <td>196</td>\n",
       "      <td>Activated CD8 T</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>TTTGTCATCGGTGTCG-1-Human_colon_16S8000484</th>\n",
       "      <td>Treg</td>\n",
       "      <td>77</td>\n",
       "      <td>Treg</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>41650 rows × 3 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                                          predicted_labels over_clustering  \\\n",
       "index                                                                        \n",
       "AAACGGGAGGTGCAAC-1-Pan_T7935487            IgA plasma cell             154   \n",
       "AAAGATGTCCTCAACC-1-Pan_T7935487            IgA plasma cell              23   \n",
       "AAAGTAGTCTTACCGC-1-Pan_T7935487            IgA plasma cell             154   \n",
       "AACCATGCAGATTGCT-1-Pan_T7935487            IgG plasma cell             154   \n",
       "AACCATGTCCTGCCAT-1-Pan_T7935487            IgG plasma cell              79   \n",
       "...                                                    ...             ...   \n",
       "TTTGTCACAAGTTAAG-1-Human_colon_16S8000484         Memory B               2   \n",
       "TTTGTCAGTACCGAGA-1-Human_colon_16S8000484         CD8 Tmem              12   \n",
       "TTTGTCATCAACACCA-1-Human_colon_16S8000484  Activated CD4 T             205   \n",
       "TTTGTCATCCCAACGG-1-Human_colon_16S8000484             ILC3             196   \n",
       "TTTGTCATCGGTGTCG-1-Human_colon_16S8000484             Treg              77   \n",
       "\n",
       "                                           majority_voting  \n",
       "index                                                       \n",
       "AAACGGGAGGTGCAAC-1-Pan_T7935487            IgA plasma cell  \n",
       "AAAGATGTCCTCAACC-1-Pan_T7935487            IgA plasma cell  \n",
       "AAAGTAGTCTTACCGC-1-Pan_T7935487            IgA plasma cell  \n",
       "AACCATGCAGATTGCT-1-Pan_T7935487            IgA plasma cell  \n",
       "AACCATGTCCTGCCAT-1-Pan_T7935487            IgA plasma cell  \n",
       "...                                                    ...  \n",
       "TTTGTCACAAGTTAAG-1-Human_colon_16S8000484         Memory B  \n",
       "TTTGTCAGTACCGAGA-1-Human_colon_16S8000484         CD8 Tmem  \n",
       "TTTGTCATCAACACCA-1-Human_colon_16S8000484      SELL+ CD4 T  \n",
       "TTTGTCATCCCAACGG-1-Human_colon_16S8000484  Activated CD8 T  \n",
       "TTTGTCATCGGTGTCG-1-Human_colon_16S8000484             Treg  \n",
       "\n",
       "[41650 rows x 3 columns]"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "predictions.predicted_labels"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dietary-tuning",
   "metadata": {},
   "source": [
    "Visualise the correspondence between this prediction result and the ground-truth cell types (`cell_type` in `adata_James.obs`) using [celltypist.dotplot](https://celltypist.readthedocs.io/en/latest/celltypist.dotplot.html)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "connected-attitude",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 774x651.6 with 5 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# You can also change the value of `use_as_prediction` to `predicted_labels` to compare the raw prediction result with the pre-defined cell types.\n",
    "celltypist.dotplot(predictions, use_as_reference = 'cell_type', use_as_prediction = 'majority_voting')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bacterial-multimedia",
   "metadata": {},
   "source": [
    "For each cell type in `adata_James` (column), this plot shows how it can be 'decomposed' into different cell types predicted by the CellTypist model from `adata_Elmentaite` (rows)."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "valid-bunch",
   "metadata": {},
   "source": [
    "Transform the prediction result into an `AnnData`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "statistical-pencil",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Get an `AnnData` with predicted labels embedded into the cell metadata columns.\n",
    "adata = predictions.to_adata()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "focal-dress",
   "metadata": {},
   "source": [
    "Compared to `adata_James`, the new `adata` has additional prediction information in `adata.obs` (`predicted_labels`, `over_clustering`, `majority_voting` and `conf_score`). Of note, all these columns can be prefixed with a specific string by setting `prefix` in [to_adata](https://celltypist.readthedocs.io/en/latest/celltypist.classifier.AnnotationResult.html#celltypist.classifier.AnnotationResult.to_adata)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "nearby-reminder",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>predicted_labels</th>\n",
       "      <th>over_clustering</th>\n",
       "      <th>majority_voting</th>\n",
       "      <th>conf_score</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>index</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>AAACGGGAGGTGCAAC-1-Pan_T7935487</th>\n",
       "      <td>IgA plasma cell</td>\n",
       "      <td>154</td>\n",
       "      <td>IgA plasma cell</td>\n",
       "      <td>0.879683</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AAAGATGTCCTCAACC-1-Pan_T7935487</th>\n",
       "      <td>IgA plasma cell</td>\n",
       "      <td>23</td>\n",
       "      <td>IgA plasma cell</td>\n",
       "      <td>0.995480</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AAAGTAGTCTTACCGC-1-Pan_T7935487</th>\n",
       "      <td>IgA plasma cell</td>\n",
       "      <td>154</td>\n",
       "      <td>IgA plasma cell</td>\n",
       "      <td>0.974575</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AACCATGCAGATTGCT-1-Pan_T7935487</th>\n",
       "      <td>IgG plasma cell</td>\n",
       "      <td>154</td>\n",
       "      <td>IgA plasma cell</td>\n",
       "      <td>0.835985</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AACCATGTCCTGCCAT-1-Pan_T7935487</th>\n",
       "      <td>IgG plasma cell</td>\n",
       "      <td>79</td>\n",
       "      <td>IgA plasma cell</td>\n",
       "      <td>0.856283</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>TTTGTCACAAGTTAAG-1-Human_colon_16S8000484</th>\n",
       "      <td>Memory B</td>\n",
       "      <td>2</td>\n",
       "      <td>Memory B</td>\n",
       "      <td>0.995788</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>TTTGTCAGTACCGAGA-1-Human_colon_16S8000484</th>\n",
       "      <td>CD8 Tmem</td>\n",
       "      <td>12</td>\n",
       "      <td>CD8 Tmem</td>\n",
       "      <td>0.975453</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>TTTGTCATCAACACCA-1-Human_colon_16S8000484</th>\n",
       "      <td>Activated CD4 T</td>\n",
       "      <td>205</td>\n",
       "      <td>SELL+ CD4 T</td>\n",
       "      <td>0.942779</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>TTTGTCATCCCAACGG-1-Human_colon_16S8000484</th>\n",
       "      <td>ILC3</td>\n",
       "      <td>196</td>\n",
       "      <td>Activated CD8 T</td>\n",
       "      <td>0.427970</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>TTTGTCATCGGTGTCG-1-Human_colon_16S8000484</th>\n",
       "      <td>Treg</td>\n",
       "      <td>77</td>\n",
       "      <td>Treg</td>\n",
       "      <td>0.700854</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>41650 rows × 4 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                                          predicted_labels over_clustering  \\\n",
       "index                                                                        \n",
       "AAACGGGAGGTGCAAC-1-Pan_T7935487            IgA plasma cell             154   \n",
       "AAAGATGTCCTCAACC-1-Pan_T7935487            IgA plasma cell              23   \n",
       "AAAGTAGTCTTACCGC-1-Pan_T7935487            IgA plasma cell             154   \n",
       "AACCATGCAGATTGCT-1-Pan_T7935487            IgG plasma cell             154   \n",
       "AACCATGTCCTGCCAT-1-Pan_T7935487            IgG plasma cell              79   \n",
       "...                                                    ...             ...   \n",
       "TTTGTCACAAGTTAAG-1-Human_colon_16S8000484         Memory B               2   \n",
       "TTTGTCAGTACCGAGA-1-Human_colon_16S8000484         CD8 Tmem              12   \n",
       "TTTGTCATCAACACCA-1-Human_colon_16S8000484  Activated CD4 T             205   \n",
       "TTTGTCATCCCAACGG-1-Human_colon_16S8000484             ILC3             196   \n",
       "TTTGTCATCGGTGTCG-1-Human_colon_16S8000484             Treg              77   \n",
       "\n",
       "                                           majority_voting  conf_score  \n",
       "index                                                                   \n",
       "AAACGGGAGGTGCAAC-1-Pan_T7935487            IgA plasma cell    0.879683  \n",
       "AAAGATGTCCTCAACC-1-Pan_T7935487            IgA plasma cell    0.995480  \n",
       "AAAGTAGTCTTACCGC-1-Pan_T7935487            IgA plasma cell    0.974575  \n",
       "AACCATGCAGATTGCT-1-Pan_T7935487            IgA plasma cell    0.835985  \n",
       "AACCATGTCCTGCCAT-1-Pan_T7935487            IgA plasma cell    0.856283  \n",
       "...                                                    ...         ...  \n",
       "TTTGTCACAAGTTAAG-1-Human_colon_16S8000484         Memory B    0.995788  \n",
       "TTTGTCAGTACCGAGA-1-Human_colon_16S8000484         CD8 Tmem    0.975453  \n",
       "TTTGTCATCAACACCA-1-Human_colon_16S8000484      SELL+ CD4 T    0.942779  \n",
       "TTTGTCATCCCAACGG-1-Human_colon_16S8000484  Activated CD8 T    0.427970  \n",
       "TTTGTCATCGGTGTCG-1-Human_colon_16S8000484             Treg    0.700854  \n",
       "\n",
       "[41650 rows x 4 columns]"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "adata.obs.iloc[:, -4:]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "macro-asset",
   "metadata": {},
   "source": [
    "Visually compare the original cell type annotations with the CellTypist predictions."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "therapeutic-mixture",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 989.28x288 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sc.pl.umap(adata, color = ['cell_type', 'majority_voting'], legend_loc = 'on data')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "expressed-graph",
   "metadata": {},
   "source": [
    "## Transfer cell type labels from the second dataset to the first dataset\n",
    "This section shows how to transfer cell type labels from `adata_James` to `adata_Elmentaite`, and to assess and visualise the prediction result."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "independent-mechanism",
   "metadata": {},
   "source": [
    "Since `adata_James` has a modest number of cells (42k), we do not perform cell downsampling for this dataset before training.  "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "useful-wayne",
   "metadata": {},
   "source": [
    "The workflow is the same as that in the previous section.  \n",
    "  \n",
    "First, perform a fast feature selection."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "transparent-illustration",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "🍳 Preparing data before training\n",
      "✂️ 552 non-expressed genes are filtered out\n",
      "⚖️ Scaling input data\n",
      "🏋️ Training data using SGD logistic regression\n",
      "✅ Model training done!\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Time elapsed: 65.56434988975525 seconds\n"
     ]
    }
   ],
   "source": [
    "# Use `celltypist.train` to quickly train a rough CellTypist model.\n",
    "# You can also set `mini_batch = True` to enable mini-batch training.\n",
    "t_start = time.time()\n",
    "model_fs = celltypist.train(adata_James, 'cell_type', n_jobs = 10, max_iter = 5, use_SGD = True)\n",
    "t_end = time.time()\n",
    "print(f\"Time elapsed: {t_end - t_start} seconds\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "marked-excuse",
   "metadata": {},
   "source": [
    "Similarly, select top features across cell types."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "elect-worst",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Number of genes selected: 2783\n"
     ]
    }
   ],
   "source": [
    "# This dataset has fewer cell types (25) than `adata_Elmentaite`, use top 200 genes instead.\n",
    "gene_index = np.argpartition(np.abs(model_fs.classifier.coef_), -200, axis = 1)[:, -200:]\n",
    "gene_index = np.unique(gene_index)\n",
    "print(f\"Number of genes selected: {len(gene_index)}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "eligible-realtor",
   "metadata": {},
   "source": [
    "Train a CellTypist model."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "confident-fisher",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "🍳 Preparing data before training\n",
      "✂️ 71 non-expressed genes are filtered out\n",
      "⚖️ Scaling input data\n",
      "🏋️ Training data using logistic regression\n",
      "✅ Model training done!\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Time elapsed: 17.494721758365632 minutes\n"
     ]
    }
   ],
   "source": [
    "# Add `check_expression = False` to bypass expression check with only a subset of genes.\n",
    "t_start = time.time()\n",
    "model = celltypist.train(adata_James[:, gene_index], 'cell_type', check_expression = False, n_jobs = 10, max_iter = 100)\n",
    "t_end = time.time()\n",
    "print(f\"Time elapsed: {(t_end - t_start)/60} minutes\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "apart-murray",
   "metadata": {},
   "source": [
    "Save this model and then use it to predict `adata_Elmentaite`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "casual-chicago",
   "metadata": {},
   "outputs": [],
   "source": [
    "model.write('celltypist_demo_folder/model_from_James_2020.pkl')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "elementary-negotiation",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "🔬 Input data has 428469 cells and 33538 genes\n",
      "🔗 Matching reference genes in the model\n",
      "🧬 2712 features used for prediction\n",
      "⚖️ Scaling input data\n",
      "🖋️ Predicting labels\n",
      "✅ Prediction done!\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Time elapsed: 23.990260124206543 seconds\n"
     ]
    }
   ],
   "source": [
    "# You can also set `majority_voting = True`, which will take much longer time as the query dataset is large now (428k cells).\n",
    "t_start = time.time()\n",
    "predictions = celltypist.annotate(adata_Elmentaite, model = 'celltypist_demo_folder/model_from_James_2020.pkl')\n",
    "t_end = time.time()\n",
    "print(f\"Time elapsed: {t_end - t_start} seconds\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "breathing-beginning",
   "metadata": {},
   "source": [
    "Visualise the result using [celltypist.dotplot](https://celltypist.readthedocs.io/en/latest/celltypist.dotplot.html)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "spectacular-victory",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
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\n",
      "text/plain": [
       "<Figure size 3677.76x702 with 5 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "celltypist.dotplot(predictions, use_as_reference = 'Integrated_05', use_as_prediction = 'predicted_labels')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "retained-seating",
   "metadata": {},
   "source": [
    "As the image shows, many non-immune cells in `adata_Elmentaite` are predicted with low probabilities as expected, as `adata_James` contains only immune cells."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "viral-phase",
   "metadata": {},
   "source": [
    "## Feature selection & model training in one command"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "derived-semester",
   "metadata": {},
   "source": [
    "Overall, we suggest the users to perform their own feature selection before training to alleviate the training burden.  \n",
    "  \n",
    "However, if you want to perform feature selection and model training all based on CellTypist as in the previous sections, the training function `celltypist.train` has the arguments `feature_selection = True` (default to `False`) and `top_genes = 300` (default to `300`) to perform the feature selection and model training within one run."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "joined-barcelona",
   "metadata": {},
   "source": [
    "As noted earlier, increasing `max_iter` during both feature selection and data training can result in longer runtime but possibly an improved model."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "peaceful-polish",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Not run. One command to select features and train the model.\n",
    "#model = celltypist.train(adata_James, 'cell_type', n_jobs = 10, max_iter = 100, feature_selection = True, top_genes = 300)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "loose-recall",
   "metadata": {},
   "source": [
    "More information can be found [here](https://github.com/Teichlab/celltypist#supplemental-guidance-generate-a-custom-model)."
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
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